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bignum.zip
- 大数运算类
bignum
- 设计超长整数类，完成超长整数的加、减、乘、整除、取余运算。-long integer type design, long integer completed the addition, subtraction, multiplication and divisible to admit I computing.
bignum
- This program is to handle all possible arithmetic operations (+, -, *, /, ％) and logic operations (<, >, >=, <=, ==, !=) between 2 numbers, which have quite a lot of number of digits.-This program is to handle all possible arithmetic oper
BigNum
- 大整数问题 设n是一个k（1≤k≤80）位的十进制正整数。 问题1：对于给定的任意整数n，编程计算满足p3+p2+3p≤n的位数为m的p的个数。 问题2：对于给定的任意整数n，编程求解满足p3+p2+3p≤n的p的最大值。 要求： 对于给定的每一个测试文件（形如：numberX_input.txt），分别生成一个结果文件（形如：numberX_out.txt）。比如，对于测试文件number1_input.txt，对应的结果文件为number1_out.txt。 参
BigNum
- 大的整数运算，比浮点运算所看奥的有效数字多了很多 ，支持1000位，还可更多！-Large integer operations than floating-point operations by the effective figure Austrian watch a lot of many to support the 1000, but also more!
BigNum
- 构造大数运算类 +；-；*；/ 并测试。<br>1. 不考虑括号 <br>2. 输入数据最大长度为40 位,要捕获异常 <br>3. 不考虑输入小数部分,<br>4. 测试要完整,先输入两个数,可输出上面两个数的运算结果 <br>5. 需要输出商和余数-Construction of large numbers+-*/computing and test category. <br> 1. Not consider brac
BigNum
- C语言写的大数模版 很实用啊 适合初学者使用-C language written in large numbers template
bignum
- 使用链表实现大数的阶乘运算，如10000！的计算，速度还可以-BigNum
BigNum(Javaman)
- BigNum运算，喜欢的朋友可以参考下，挺好的源码。
BigNum
- 数据结构 大数相乘 c环境下运行 里面带了tc2.0-Data structures to run large numbers multiplied by c environment which brought tc2.0
BigNum
- 构造大数运算类 +；-；*； 1. 不考虑括号 2. 输入数据最大长度为40 位,要捕获异常 3. 不考虑输入小数部分-Construction of Large Numbers computing class+ - * 1. Without regard to bracket 2. Input data the maximum length of 40-bit, to catch the exception 3. Without regard to decimal part
bignum
- 这是一个可以实现百位数字的加减乘运算的c语言源代码。-This is an achievable one hundred digit addition and subtraction multiplication in c language source code.
BigNum
- 大数运算，能够对大数进行四则运算及求幂等运算-BigNum calculate,can aad and decrease,power........
BigNum
- 提供万进制的高精度算法，可用于ACM、CF、TC等的比赛中，代码不算长适合竞赛时使用-for bignum s algorithm.It can be used for programming competetion.
bignum
- 3584 = 128 28. We can represent 2^3584 > 10^1000 accurately. This bignum can encode much bigger numbers, since it contains an exponent. -3584 = 128 28. We can represent 2^3584 > 10^1000 accurately. This bignum can encode much bigger numbers,
bignum
- bignum bitcoin convert
bignumsdk
- bignum encryption decryption
bignum (2)
- bignum encryption lib
bignum
- bignum encryption library
bignum (3)
- bignum encryption library 2